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CALCULATION OF COUPLING COEFFICIENTS OF COUPLED REACTORS THEORY USING THE GENERALIZED PERTURBATION THEORY

机译:广义扰动理论计算反应堆理论的耦合系数

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Recently, rigorous multi-point equations are derived using the region-wise importance functions to produce fission neutrons. Since the coupling coefficients used in these multi-point equations are calculated with the weight of these importance functions but not the adjoint function used in the conventional perturbation theory, errors due to the change of the flux is introduced in the coupling coefficients for a perturbed system if the unperturbed flux is used. It is shown that using the generalized perturbation theory, the coupling coefficients using the unperturbed flux can be obtained taking into account the first order change of the Aux due to the perturbation, and the same accuracy as the conventional perturbation theory in which the adjoint function is used can be obtained in the case of one-point reactor. [References: 9]
机译:最近,使用区域重要性函数推导了严格的多点方程,以产生裂变中子。由于在这些多点方程式中使用的耦合系数是根据这些重要性函数的权重而不是在常规扰动理论中使用的伴随函数来计算的,因此在扰动系统的耦合系数中会引入由于通量变化而引起的误差。如果使用不受干扰的磁通。结果表明,使用广义扰动理论,可以考虑到由于扰动引起的辅助分量的一阶变化,并获得了与使用扰动函数的传统扰动理论相同的精度,从而获得了使用无扰动通量的耦合系数。在单点电抗器的情况下可以使用。 [参考:9]

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